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142-0701-201

Part # 142-0701-201
Description SMA COAXIAL CONNECTOR
Category CONNECTOR
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Technical Document


DISCLAIMER: The information provided herein is solely for informational purposes. Customers must be aware of the suitability of this product for their application, and consider that variable factors such as Manufacturer, Product Category, Date Codes, Pictures and Descriptions may differ from available inventory.

ADS1299EEG-FE Analysis Tools
www.ti.com
Figure 30. Zoom Option on the Waveform Examination Tool
6.2 Histogram Tool
The Histogram tool is located under the AnalysisHistogram tab.
6.2.1 Using the AnalysisHistogram Tool
The AnalysisHistogram tool is used primarily to view the bin separation of the different amplitudes of the
EEG waveform harmonics. Figure 31 illustrates the histogram output for input short on all channels. The
same Signal Zoom analysis may be used on the histogram plots for a more detailed examination of the
amplitude bins. The Analysis table gives the mean of the input signal and also the rms and peak-to-peak
value of the signal on each channel.
28
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ADS1299EEG-FE Analysis Tools
Figure 31. Histogram Bins for Input Short Noise
6.3 FFT Tool
The FFT tool is located under the AnalysisFFT tab.
6.3.1 Using the AnalysisFFT Tool
The AnalysisFFT tool allows the user to examine the channel-specific spectrum as well as typical
figures of merit such as SNR, THD, ENOB, and CMRR. Each feature is numbered below and described in
detail in the following subsections. Figure 32 illustrates an AnalysisFFT plot for input short configuration.
The explanation of different tabs is explained below.
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Figure 32. Analysis : FFT Graph of Input Short Test
Coherent Frequency Calculator: 1
Coherent sampling in an FFT is defined as F
AIN
/F
SAMPLE
= N
WINDOW
/N
TOTAL
, where:
F
AIN
is the input frequency
FSAMPLE
is the sampling frequency of the ADS1299
N
WINDOW
is the number of odd integer cycles during a given sampling period
N
TOTAL
is the number of data points (in powers of 2) that is used to create the FFT If the conditions for
coherent sampling can be met, the FFT results for a periodic signal will be optimized. The Ideal A
IN
Frequency is a value that is calculated based on the sampling rate, such that the coherent sampling
criteria can be met.
AC Analysis Parameters: 2
This section of the tool allows the user to dictate the number of harmonics, dc leakage bins, harmonic
leakage bins, and fundamental leakage bins that are used in the creation of various histograms. Pressing
the Windowing button, illustrated in Figure 33, allows the user to evaluate the FFT graph under a variety
of different windows. Note that pressing the Reference button toggles between dBFS (decibels, full-scale)
and dBc (decibels to carrier).
30
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